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Question #44606

Difficulty: 8/10 | 🟢 Free

The Question

Consider the mono-metallic complex \ce[η6−(C6H5−NH−C6H5)]Cr(CO)3\ce{[\eta^6-(C6H5-NH-C6H5)]Cr(CO)3}, where only one phenyl ring (Ring A) is coordinated to the chromium center, while the other (Ring B) remains uncoordinated. This complex undergoes electrophilic aromatic bromination using 1 equivalent of \ceBr2/FeBr3\ce{Br2 / FeBr3} at 298 K. Assuming the organometallic framework remains intact and N-bromination is reversible, identify the major thermodynamically stable product.

Options

  • A.

    \ce[η6−(C6H5)−NH−(4−Br−C6H4)]Cr(CO)3\ce{[\eta^6-(C6H5)-NH-(4-Br-C6H4)]Cr(CO)3}

  • B.

    \ce[η6−(C6H5)−NH−(3−Br−C6H4)]Cr(CO)3\ce{[\eta^6-(C6H5)-NH-(3-Br-C6H4)]Cr(CO)3}

  • C.

    \ce[η6−(4−Br−C6H4)−NH−(C6H5)]Cr(CO)3\ce{[\eta^6-(4-Br-C6H4)-NH-(C6H5)]Cr(CO)3}

  • D.

    \ce[η6−(2−Br−C6H4)−NH−(C6H5)]Cr(CO)3\ce{[\eta^6-(2-Br-C6H4)-NH-(C6H5)]Cr(CO)3}

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Correct Answer

Step-by-Step Solution

Explanation

How the Examiner Thinks

Exception_Exposure

Learn to identify edge cases and boundary exceptions that JEE examiners hide in math problems.

Concepts Behind This Question

Synergic Bonding in Carbonyls|Electrophilic Substitution Control|Aniline Resonance Pitfalls

Why This Question Is Tricky

Common Mistakes

The trap tests the 'Aniline Resonance Pitfall' in an organometallic context.

Students typically memorize that nitrogen substituents (like −\ceNH−-\ce{NH}-) are strong +M donors and direct EAS to the ortho/para positions.

However, the hidden variable is the synergic back-bonding of the \ceCr(CO)3\ce{Cr(CO)3} group, which makes the coordinated ring so electron-deficient that it completely monopolizes the nitrogen lone pair.

This overrides the standard resonance effect, forcing the −\ceNH−-\ce{NH}- group to act as a meta-directing -I substituent towards the uncoordinated ring.

Quick Facts About This Question

Question Information

SubjectChemistry
ChapterCoordination Compounds - Class 12
ConceptSynergic Bonding in Carbonyls
Difficulty8
Cognitive Load7
Target Solve Time160 sec
AccessFree